Defect modes for dislocated periodic media A Drouot, CL Fefferman, MI Weinstein
Communications in Mathematical Physics 377 (3), 1637-1680, 2020
38 2020 The bulk-edge correspondence for continuous honeycomb lattices A Drouot
Communications in Partial Differential Equations 44 (12), 1406-1430, 2019
37 2019 Edge states and the valley Hall effect A Drouot, MI Weinstein
Advances in Mathematics 368, 107142, 2020
33 2020 Microlocal analysis of the bulk-edge correspondence A Drouot
Communications in Mathematical Physics 383, 2069-2112, 2021
31 2021 The bulk-edge correspondence for continuous dislocated systems A Drouot
Annales de l'Institut Fourier 71 (3), 1185-1239, 2021
28 2021 Characterization of edge states in perturbed honeycomb structures A Drouot
Pure and Applied Analysis 1 (3), 385-445, 2019
23 2019 Pollicott-Ruelle resonances via kinetic Brownian motion A Drouot
arXiv preprint arXiv:1607.03841, 2016
23 * 2016 Sharp constant for a k-plane transform inequality A Drouot
Analysis & PDE 7 (6), 1237-1252, 2014
18 * 2014 Scattering resonances for highly oscillatory potentials A Drouot
arXiv preprint arXiv:1509.04198, 2015
17 2015 Edge state dynamics along curved interfaces G Bal, S Becker, A Drouot, CF Kammerer, J Lu, AB Watson
SIAM Journal on Mathematical Analysis 55 (5), 4219-4254, 2023
14 2023 A quantitative version of Hawking radiation A Drouot
Annales Henri Poincaré 18, 757-806, 2017
12 2017 Ubiquity of conical points in topological insulators A Drouot
Journal de l’École polytechnique—Mathématiques 8, 507-532, 2021
10 2021 Bound states for rapidly oscillatory Schrödinger operators in dimension 2 A Drouot
SIAM Journal on Mathematical Analysis 50 (2), 1471-1484, 2018
10 * 2018 Topological insulators in semiclassical regime A Drouot
arXiv preprint arXiv:2206.08238, 2022
9 2022 Resonances for random highly oscillatory potentials A Drouot
Journal of Mathematical Physics 59 (10), 2018
9 2018 Magnetic slowdown of topological edge states G Bal, S Becker, A Drouot
Communications on Pure and Applied Mathematics 77 (2), 1235-1277, 2024
7 2024 Quantitative form of certain k-plane transform inequalities A Drouot
Journal of Functional Analysis 268 (5), 1241-1276, 2015
7 * 2015 A quantitative version of Catlin-D’Angelo–Quillen theorem A Drouot, M Zworski
Analysis and Mathematical Physics 3 (1), 1-19, 2013
7 2013 Stability of resonances under singular perturbations A Drouot
University of California, Berkeley, 2017
2 2017 Existence and non-existence of extremizers for certain A Drouot
arXiv preprint arXiv:1412.4876, 2014
1 2014 
Maciej ZworskiProfessor of Mathematics, University of California, BerkeleyGeverifieerd e-mailadres voor math.berkeley.edu
